A New Approach of Flow Graph Theory Applied in Physical Chemistry
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ABSTRACT:
An alternative method for solving homogenous and non-homogenous differential equation systems used in chemical kinetics and pharmacokinetics on the basis of flow graph principles has been proposed.
The classical method of solving these systems with flow graphs involves the employment of Laplace transform before depicting a flow graph and the inverse Laplace transform after using Mason’s rules. A short description of flow graph algebra has been presented. One model very often encountered in pharmacokinetics was solved by both flow graph methods in order to make a comparison. Our proposed method is simpler and more direct, eliminating the Laplace transforms. The calculus is made directly on the base of the flow graph representing the image of reaction scheme (pharmacokinetic model).
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STATISTICS
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